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The 2-Transitive Complex Hadamard Matrices

By G. Eric Moorhouse


We determine all possibilities for a complex Hadamard matrix H admitting an automorphism group which permutes 2-transitively the rows of H. Our proof of this result relies on the classification theorem for finite 2-transitive permutation groups, and thereby also on the classification of finite simple groups

Topics: 2-transitive, distance regular graph, cover of complete bipartite graph
Year: 2001
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